
---------------------------------------------------------------------
---------------------------------------------------------------------
Without filtering
---------------------------------------------------------------------
---------------------------------------------------------------------


These files were obtained with the MC of a driven 2LS.


The parameters of the simulation are as follows:

gammas=1;      	  The decay rate of the 2LS

* For the incoherent driving:

P=2   	  	  The rate of incoherent driving
dt=0.01		  The time step of the simulation

* For the coherent driving:

Omega=2;	  The driving intensity of the laser
dt=0.01		  The time step of the simulation


---------------------------------------------------------------------
---------------------------------------------------------------------
Single filter: coherent driving
---------------------------------------------------------------------
---------------------------------------------------------------------

These files were obtained with the MC of a 2LS driven resonantly by a
coherent source.

The parameters of the simulation are as follows:

gammas=1;      	  The decay rate of the 2LS
Omega=5;	  The driving intensity of the laser
Gamma=1;	  The linewidth of the sensor
dt=0.01		  The time step of the simulation


In the files, "xx--Filtered-Coherent-2LS-n.csv", the "n" indicates
that the filter was set at the frequency of:

1: The central peak
2: The state that has g2=1
3: The state that has g2=2
4: The leapfrog
5: The sideband 


---------------------------------------------------------------------
---------------------------------------------------------------------
Single filter: incoherent driving
---------------------------------------------------------------------
---------------------------------------------------------------------

These files were obtained with the MC of a 2LS driven by a incoherent
source.

The parameters of the simulation are as follows:

gammas=1;      	  The decay rate of the 2LS
p=2;		  The rate of incoherent driving
omegas=0;	  Frequency of the 2LS

The values of the filter bandwidth are:

Gamma = (0.1, 0.2, 0.5, 1, 2, 5, 10, 20)

The time step of the simulation are:

dt = (0.005, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001)

The value of "n" in the file name, xx--Filtered-Incoherent-2LS-n.csv,
indicates the index in the lists above, e.g.,
"xx--Filtered-Incoherent-2LS-1.csv" corresponds to Gamma=0.1 and 
dt=0.005.

---------------------------------------------------------------------
---------------------------------------------------------------------
Two filters: Resonant coherent driving
---------------------------------------------------------------------
---------------------------------------------------------------------

These files are obtained with the MC of a 2LS driven resonantly by a
coherent source.

The parameters of the simulation are as follows:

gammas=1;      	  The decay rate of the 2LS
Gamma=1;	  The linewidth of the detector (equal for both)
Omega=2.5;	  The intensity of the coherent excitation
epsilon=1/3;	  1/Number of dissipation channels of the 2LS
alpha=1/2;	  1/Number of dissipation channels of the detectors
omegas=0;	  Detuning between the 2LS and the laser
dt=0.0125	  The time step of the simulation

--------------------------------------------------------------------
The simulation was done with two sensors; either the two of them at
the leapfrogs or the two of them at the sidebands. Thus the files
containing the emission from the sidebands is not correlated to the
emission from the leapfrogs!.
--------------------------------------------------------------------

The files with the data (xx--data...) contain the times of emission
from the 2LS.

The list of files is:

> xx--Data-LFm-TwoSensors-Resonance.csv
> xx--Data-LFp-TwoSensors-Resonance.csv


> xx--Data-SBm-TwoSensors-Resonance.csv
> xx--Data-SBp-TwoSensors-Resonance.csv

The frequencies of the sensors were then set as:

> omega=-2.5 (LFm, the lower energy leapfrog)
> omega=2.5  (LFp, the upper energy leapfrog)
> omega=-5   (SBm, the lower energy sideband)
> omega=5    (SBp, the upper energy sideband)


---------------------------------------------------------------------
---------------------------------------------------------------------
Two filters: Off-resonant coherent driving
---------------------------------------------------------------------
---------------------------------------------------------------------

These files are obtained with the MC of a 2LS driven off-resonance by
a coherent source.

The parameters of the simulation are as follows:

gammas=1;      	  The decay rate of the 2LS
Gamma=1;	  The linewidth of the detector (equal for both)
Omega=2.38485;	  The intensity of the coherent excitation
epsilon=1/3;	  1/Number of dissipation channels of the 2LS
alpha=1/2;	  1/Number of dissipation channels of the detectors
omegas=-1.5;	  Detuning between the 2LS and the laser
dt=0.0125	  The time step of the simulation


--------------------------------------------------------------------
The simulation was done with two sensors; either the two of them at
the leapfrogs or the two of them at the sidebands. Thus the files
containing the emission from the sidebands is not correlated to the
emission from the leapfrogs!.
--------------------------------------------------------------------

The files with the data (xx--data...) contain the times of emission
from the 2LS.

The list of files is:

> xx--Data-LFm-TwoSensors-Detuning.csv
> xx--Data-LFp-TwoSensors-Detuning.csv


> xx--Data-SBm-TwoSensors-Detuning.csv
> xx--Data-SBp-TwoSensors-Detuning.csv

The frequencies of the sensors were then set as:

> omega=-2.5 (LFm, the lower energy leapfrog)
> omega=2.5  (LFp, the upper energy leapfrog)
> omega=-5   (SBm, the lower energy sideband)
> omega=5    (SBp, the upper energy sideband)
